author | description | ms.author | ms.date | ms.service | ms.subservice | ms.topic | title | uid |
---|---|---|---|---|---|---|---|---|
Mobius5150 |
This document provides the technical details of the Honeywell quantum provider |
mblouin |
02/01/2021 |
azure-quantum |
computing |
reference |
Honeywell provider |
microsoft.quantum.providers.honeywell |
- Publisher: Honeywell
- Provider ID:
honeywell
The following targets are available from this provider:
Tool to verify proper syntax and compilation completion. Full stack is exercised with the exception of the actual quantum operations. Assuming no bugs, all zeros are returned in the proper data structure.
- Job type:
Simulation
- Data Format:
honeywell.openqasm.v1
- Target ID:
honeywell.hqs-lt-1.0-apival
- Target Execution Profile: Basic Measurement Feedback
Billing information: No charge for usage.
Honeywell Quantum Solutions' Quantum Computer, System Model H0
- Job type:
Quantum Program
- Data Format:
honeywell.openqasm.v1
- Target ID:
honeywell.hqs-lt-1.0
- Target Execution Profile: Basic Measurement Feedback
Billing information:
- Priced by Honeywell Quantum Credits (see below).
- Fee per hour for reserved (exclusive use) time.
Parameter Name | Type | Required | Description |
---|---|---|---|
count |
int | No | Number of experimental shots. Defaults to 1. |
options |
list | No | Compiler options. Only one option currently supported: no-opt to disable all optimization |
The following equation defines how circuits are translated into Honeywell Quantum Credits (HQCs):
where:
-
$N_{1q}$ is the number of one-qubit operations in a circuit. -
$N_{2q}$ is the number of native two-qubit operations in a circuit. Native gate is equivalent to CNOT up to several one-qubit gates. -
$N_{m}$ is the number of state preparation and measurement (SPAM) operations in a circuit including initial implicit state preparation and any intermediate and final measurements and state resets. -
$C$ is the shot count.
- Trapped-ion based quantum computer with laser based gates
- QCCD architecture with linear trap and two parallel operation zones
- 6 physical qubits, fully connected
- Typical limiting fidelity >99.2% (two-qubit fidelity)
- Coherence Time (T2) ~2 sec
- Ability to perform mid-circuit measurement and qubit reuse
- High-resolution rotations (>
$\pi$ /500) - Native Gate set:
- single-qubit rotations
- two-qubit ZZ-gates
Honeywell Quantum Solutions' Quantum Computer, System Model H1
- Job type:
Quantum Program
- Data Format:
honeywell.openqasm.v1
- Target ID:
honeywell.hqs-lt-s1
- Target Execution Profile: Basic Measurement Feedback
Billing information:
- Standard Subscription:
Subscription plan with two 4-hour sessions of dedicated access, with unrestricted, queued access for the remainder of the month, based on system availability. - Premium Subscription:
Subscription plan with four 4-hour sessions of dedicated access, with unrestricted, queued access for the remainder of the month, based on system availability.
- Trapped-ion based quantum computer with laser based gates
- QCCD architecture with linear trap and three parallel operational zones
- 10 physical qubits, fully connected
- Typical limiting fidelity >99.5% (two-qubit fidelity)
- Coherence Time (T2) ~3 sec
- Ability to perform mid-circuit measurement and qubit reuse
- High-resolution rotations (>
$\pi$ /500) - Native Gate set:
- single-qubit rotations
- two-qubit ZZ-gates
More details available under NDA.